blois-2003

blois-2003 blois-2003

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12.07.2015 Views

eventsCentral and Double-Gap Results√s=1800 GeV10 5 DATADD + non-DD MCnon-DD MC10 410 310 2100 1 2 3 4 5 6 7Differential shapes agree with Regge predictionsevents10 5 √s=1800 GeVDATASDD + SD MC10 4SD MC10 310 20 1 2 3 4 5 6 7Number of Events per ∆logξ = 0.1( GeV 2 )CDF Preliminary2M X 10 5DPE MCSD MC10 4 DPE+SD MC10 310 2 √s ⎯ = 1800 GeV0.035 ≤ ξ- p ≤ 0.095| t- p | ≤ 1.0 GeV2101 10 10 2 10 3 10 4 10 5 10 6DataDD SDD DPE∆η 0 =η max-η min∆η 0 exp =η max -η minξ p Xσ DD(mb) for ∆η > 3.0101# One-gap cross sections require renormalizationCDFUA5 (adjusted)ReggeRenormalized gap# Two-gap/one-gap ratios are ≈ κ =≈ 0. 17gap fraction ∆η > 3.0110 -1CDF: one-gap/no-gapCDF: two-gap/one-gapRegge predictionRenorm-gap prediction2-gap1-gapFraction of Events with ξ p< 0.020.50.40.30.20.1CDF Data: DPE/SD ratio (Preliminary)Regge + FactorizationGap Probability Renorm.Pomeron Flux Renom.10 2 10 10 2 10 3√s (GeV)21010 3sub-energy √s --, (GeV)010 3 √s ⎯ (GeV)

Soft Double Pomeron Exchange# Roman Pot triggered eventsPreliminary10 9 10 -6 10 -5 10 -4 10 -3 10 -2 10 -1 1# 0.035 < ξ-pbar < 0.095|t-pbar| < 1 GeV 2# ξ-proton measured usingξp1= ∑sEall particlesiT⋅e# Data compared to MC basedon Pomeron exchange withηi( 1 / ξ ) × Number of Events per ∆logξ = 0.110 810 710 610 5√s ⎯ = 1800 GeVCDF0.035 ≤ ξ-p ≤ 0.095| t- | ≤ 1.0 GeV2pDataDPE MCSD MCDPE+SD MCPomeron intercept ε=0.1ξ p X# Good agreement over the entire kinematic region (4 orders of magnitude!)

Soft Double Pomeron Exchange# Roman Pot triggered eventsPreliminary10 9 10 -6 10 -5 10 -4 10 -3 10 -2 10 -1 1# 0.035 < ξ-pbar < 0.095|t-pbar| < 1 GeV 2# ξ-proton measured usingξp1= ∑sEall particlesiT⋅e# Data compared to MC basedon Pomeron exchange withηi( 1 / ξ ) × Number of Events per ∆logξ = 0.110 810 710 610 5√s ⎯ = 1800 GeVCDF0.035 ≤ ξ-p ≤ 0.095| t- | ≤ 1.0 GeV2pDataDPE MCSD MCDPE+SD MCPomeron intercept ε=0.1ξ p X# Good agreement over the entire kinematic region (4 orders of magnitude!)

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